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Lecture 5 – Two Group Comparisons
## STAT/BIOF/GSAT 540: Statistical Methods for High Dimensional Biology ### Keegan Korthauer ### 2020/01/20
Slides by: Gabriela Cohen Freue with contributions from Jenny Bryan, Sara Mostafavi, and Keegan Korthauer
--- layout: true <big> --- <style> div.blue { background-color:#e6f0ff; border-radius: 5px; padding: 20px;} </style> # Central dogma of statistics <img 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" width="650" style="display: block; margin: auto;" /> <center><small><a href="https://www.gs.washington.edu/academics/courses/akey/56008/lecture/lecture1.pdf" style="color:grey;">Image source: Josh Akey's Lecture notes</a></small></center> <br>We want to understand a **population** (e.g., gene behaviour) but we can only study a <font color=red>**random sample**</font> from it. --- # Book and online resources * [Modern Statistics for Modern Biology](https://www.huber.embl.de/msmb/) by Susan Holmes and Wolfgang Huber, 2019 (free online book) * [Data Analysis for the Life Sciences](http://genomicsclass.github.io/book/) by Rafael Irizarry and Michael Love, 2015 (free online book) * [Practical Regression and Anova using R](http://www.biostat.jhsph.edu/~iruczins/teaching/jf/faraway.html) by Julian Faraway, 2002 (free online book) * Linear Models with R by Julian Faraway, Chapman & Hall/CRC Texts in Statistical Science, 2004 --- # Hypothesis Testing in Genomics <img src="data:image/png;base64,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" width="600" style="display: block; margin: auto;" /> [Akimoto et al. (2006)]("https://doi.org/10.1073/pnas.0508214103") .pull-left[ - Retina presents a model system for investigating **regulatory networks** underlying neuronal differentiation. - **Nrl** transcription factor is known to be important for Rod development ] .pull-right[ <img 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" width="275" style="display: block; margin: auto;" /> ] -- - <font color="red">**What happens if you delete Nrl?** --- # Why a Hypothesis Test? <big> From the [Akimoto et al. (2006) paper](https://doi.org/10.1073/pnas.0508214103 ): >"we hypothesized that Nrl is the ideal transcription factor to gain insights into gene expression changes ..." <div class = "blue"> <b>Biological question:</b> Is the expression level of gene <ii>A</i> affected by knockout of the <i>Nrl</i> gene? </div> -- ### We can use <font color=red>statistical inference</font> to answer this biological question! --- # Statistical inference <big> **Statistical inference**: We observe and study a <font color=red>random sample</font> to make conclusions about a population (e.g., random sample of gene expressions from mice) .pull-left[ **Experimental design**: * 4 developmental stages * 2 genotypes: Wild type (WT), Nrl Knockout (NrlKO) * 3-4 replicates for each combination ] .pull-right[ <img src="data:image/png;base64,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width="340" style="display: block; margin: auto 0 auto auto;" /> ] --- <big> Let's take a look at 2 genes as an example: **Irs4 and Nrl** <div class = "blue"> <b>Biological question:</b> Are these genes truly different in NrlKO compared to WT? </div> We can't answer this question in general. 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" style="display: block; margin: auto;" /> ### <font color="red"> We only observe a random sample of gene expressions.</font> --- # Statistical Hypothesis <big> ** Experimental design:** - 2 conditions: WT *vs* NrlKO - random sample: we observe the expression of many genes in all mice ** Biological hypothesis:** for *some* genes, the expression levels are different between conditions. ** Statistical hypotheses:** (for each gene `\(g=1,...,G\)`) - H<sub>0</sub> (null hypothesis): the expression level of gene `\(g\)` is the *same* in both conditions. - <span style="color:blue">H<sub>A</sub> (alternative hypothesis): the expression level of gene `\(g\)` is *different* between conditions.</span> --- ## Notation ### Random variables and estimates (we can observe): `\(Y_i\)` : expression of gene `\(g\)` in the WT sample `\(i\)` `\(Z_i\)`: expression of gene `\(g\)` in NrlKO sample `\(i\)` `\(Y_1, Y_2,..., Y_{n_Y}\)` : a <font color="red">random sample</font> of size `\(n_Y\)` `\(\bar{Y}=\frac{\sum_{i=1}^{n_Y}Y_i}{n_Y}\)`: sample mean of gene `\(g\)` expression from WT mice ### Population parameters (unknown/unobservable): `\(\mu_Y = E[Y]\)` : the (population) expected expression of gene `\(g\)` in WT mice --- <big> ## Is there **enough** evidence in the data to reject H<sub>0</sub>? </font> <big> `\(\color{red}{H_0: \mu_Y = \mu_Z}\)` <img src="data:image/svg+xml;base64,<?xml version="1.0" encoding="UTF-8"?>
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" style="display: block; margin: auto;" /> ### **Statistical Inference**: random samples are used to learn about the population --- <small> ## What we observe: the difference between the **sample averages**: `\(\bar{Y}\)` vs `\(\bar{Z}\)` <img src="data:image/svg+xml;base64,<?xml version="1.0" encoding="UTF-8"?>
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" style="display: block; margin: auto;" /> ```r theAvgs <- with(miniDat, tapply(gExp, list(gType, gene), mean)) ``` ``` ## Irs4 Nrl ## wt 7.766 11.244 ## NrlKO 7.740 6.090 ``` ```r theDiff <- theAvgs["NrlKO", ] - theAvgs["wt", ] ``` ``` ## Irs4 Nrl ## -0.026 -5.155 ``` --- ### Is the difference between `\(\bar{Y}\)` and `\(\bar{Z}\)` informative to reject H<sub>0</sub>? <img src="data:image/svg+xml;base64,<?xml version="1.0" encoding="UTF-8"?>
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" style="display: block; margin: auto;" /> <big> - The sample means, `\(\bar{Y}\)` vs `\(\bar{Z}\)`, by themselves are not enough to make conclusions about the population - What is a "large" difference? "large" relative to what? --- class: center, middle <img src="data:image/svg+xml;base64,<?xml version="1.0" encoding="UTF-8"?>
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" style="display: block; margin: auto;" /> .pull-left[ ### What can we use to interpret the size of the mean difference? ] .pull-right[ ### `$$\frac{\bar{Y}-\bar{Z}}{??}$$` ] --- class: center, middle ### What can we use to interpret the size of the mean difference? .pull-left[ ### "large" relative to the observed variation ] .pull-right[ ### `\(\frac{\bar{Y}-\bar{Z}}{\sqrt{V(\bar{Y}-\bar{Z})}}\)` ] <!-- --> --- ## Quantifying observed variation <small> * Recall that if `\(V(Y_i)=\sigma_Y^2\)`, then `\(V(\bar{Y})=\frac{\sigma_Y^2}{n_Y}\)` * Assume that the random variables within each group are *independent and identically distributed* (iid), and that the groups are independent. More specifically, that 1. `\(Y_1, Y_2,..., Y_{n_Y}\)` are iid, 2. `\(Z_1, Z_2,..., Z_{n_Z}\)` are iid, and 3. `\(Y_i, Z_j\)` are independent. Then, it follows that $$ V(\bar{Z}-\bar{Y})=\frac{\sigma_Z^2}{n_Z}+\frac{\sigma_Y^2}{n_Y}$$ * If we also assume equal population variances:</big> `\(\sigma_Z^2=\sigma_Y^2=\sigma^2\)`, then `$$V(\bar{Z}-\bar{Y})=\frac{\sigma_Z^2}{n_Z}+\frac{\sigma_Y^2}{n_Y}=\sigma^2\left[\frac{1}{n_Z}+\frac{1}{n_Y}\right]$$` ### But how can we calculate population variance `\(\sigma\)` if it is **unknown**? --- ### ...using the sample variances (combined, somehow)! <img src="data:image/svg+xml;base64,<?xml version="1.0" encoding="UTF-8"?>
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" style="display: block; margin: auto;" /> ```r theVars <- with(miniDat, tapply(gExp, list(gType, gene), var)) ``` .pull-left[ ``` ## Irs4 Nrl ## wt 0.024 1.224 ## NrlKO 0.023 0.594 ``` ] .pull-right[ <small> `$$\text{e.g., for Nrl: } \hat{\sigma}_Y^2 = S_Y^2=\frac{1}{n_Y}\sum_{i=1}^{n_Y}(Y_i-\bar{Y})^2=1.224$$` ] --- ### Plug these sample variances into your chosen formula for the variance of the difference of sample means Assuming <b>equal</b> variance of Y's and Z's `$$\hat{\sigma}_{\text{pooled}}^2=S_Y^2\frac{n_Y-1}{n_Y+n_Z-2}+S_Z^2\frac{n_z-1}{n_Y+n_Z-2}$$` `$$\hat{V}(\bar{Z_n}-\bar{Y_n})=\hat{\sigma}_{\text{pooled}}^2\left[\frac{1}{n_Y}+\frac{1}{n_Z}\right]$$` <br> Assuming <b>unequal</b> variance of Y's and Z's `$$\hat{V}(\bar{Z_n}-\bar{Y_n})=\hat{\sigma}_{\bar{Z}_n-\bar{Y}_n}^2=\frac{S_Y^2}{n_Y}+\frac{S_Z^2}{n_Z}$$` > Note: the 'hat' (^) is used to distinguish an 'estimate' from a 'parameter'. --- ## The Test Statistic: <small> `\(T=\frac{\bar{Z}_n-\bar{Y}_n}{\hat{\sigma}_{Z_n-Y_n}}\)`</small> <small> Assuming equal variances: ```r tstStat <- theDiff / sqrt(s2Diff) ``` ``` ## Irs4 Nrl ## -0.529 -16.795 ``` Without assuming equal variances: ```r welchStat <- theDiff / sqrt(s2DiffWelch) ``` ``` ## Irs4 Nrl ## -0.529 -16.949 ``` ### Can we now say that the observed differences are 'big'? The difference is about half a standard deviation for Irs4 and ~16 standard deviations for Nrl. --- class:middle ### The test statistic T is a <font color=red>random variable</font> because it's based on our <font color=red>random sample</font>. ### We need a measure of its uncertainty to determine how big T is: > ### If we were to repeat the experiment many times, what's the probability of observing a value of T **as extreme** as the one we observed? ### We need to have a probability distribution! ### However, this is unknown to us so we need to **make more assumptions**. --- ### Theory now tells us specific **null distributions** for these test statistics, depending on your assumptions. ### `\(\large\Rightarrow\)` Willing to assume that F and G are normal distributions? .pull-left[ ### 2-sample *t*-test: <center> (equal variances) `$$T\sim t_{n_Y+n_Z-2}$$` ] .pull-right[ ### Welch test: <center> (unequal variances) `$$T\sim t_{<something\,ugly>}$$` ] -- <br> ### `\(\large\Rightarrow\)` Unwilling to assume that F and G are normal distributions? But you feel that n<sub>Y</sub> and n<sub>Z</sub> are large enough? Then the t-distributions above or even a normal distribution are decent approximations. --- ## Student's *t*-distribution ### Recall that T is a **random variable**. Under certain assumptions, we can prove that T follows a *t*-distribution. <img 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width="400" style="display: block; margin: auto;" /> where df = degrees of freedom. --- # Hypothesis testing ### 1. Formulate your hypothesis as a statistical hypothesis: `$$H_0: \mu_Y = \mu_Z \text{ vs } H_A: \mu_Y \neq \mu_Z$$` ### 2a. Define a **test statistic**: 2-sample *t*-test ### 2b. Compute the <font color=red>observed value</font> for the test statistic: ```r tstStat <- theDiff / sqrt(s2Diff) ``` ``` ## Irs4 Nrl ## -0.529 -16.795 ``` --- ### 3. Compute the probability of seeing a test statistic at least as extreme as that observed, under the **null sampling distribution** (this is the definition of the p-value) ``` ## miniDat$gene: Irs4 ## [1] 0.6002058 ## ------------------------------------------------------------ ## miniDat$gene: Nrl ## [1] 6.764663e-19 ``` .pull-left[ ### In other words, assuming that H<sub>0</sub> is true: For Irs4, the probability of seeing a test statistic as extreme as that observed `\((t = -0.53)\)` is pretty high `\((p = 0.6)\)`. But for Nrl, the probability of seeing a test statistic as extreme as that observed `\((t = -16.8)\)` is extremely low `\((p=6.76 \times 10^{-19})\)` ] .pull-right[ <img src="data:image/svg+xml;base64,<?xml version="1.0" encoding="UTF-8"?>
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" style="display: block; margin: auto;" /> ] --- ### 4. Make a decision about significance of results, based on a pre-specified value (alpha, significance level) The significance level `\(\alpha\)` is usually set at 0.05. However, this value is arbitrary and usually depends on the study. Using `\(\alpha=0.05\)`, since the p-value for the Irs4 test is greater than 0.05, we conclude that there is not <font color=red>*enough* evidence </font> in the data to claim that Irs4 has a differential expression in WT compared to Nrl models. We do not reject H<sub>0</sub>! --- class: center <img 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width="850" style="display: block; margin: auto;" /> --- ## What is a p-value? > Likelihood of obtaining a test statistic at least <font color=green> as extreme as the one observed</font>, given that the null hypothesis is true (we are making a conditional probability statement) ## What is a p-value <font color=red>NOT</font>? - Not the probability that the <font color=red>null hypothesis is true</font> - Not the probability that the <font color=red>finding is a “fluke”</font> - Not the probability of <font color=red>falsely rejecting the null</font> - Does not <font color=red>indicate the size or importance</font> of observed effects. *[Credit to Dr. Fowler, UW]* --- <big> ## "Genome-wide" testing of differential expression - In genomics, we often perform thousands of statistical tests (e.g., a *t*-test per gene) - The distribution of p-values across all tests provide good diagnostics/insights. - Is it uniform (should be in most experiments) and if not, is the departure from uniform expected based on biological knowledge? -- ### Different kinds of *t*-tests: - One sample *or* **two samples** - One-sided *or* **two sided** - Paired *or* **unpaired** - **Equal variance** *or* unequal variance --- # Types of Errors in Hypothesis Testing <img 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" width="675" style="display: block; margin: auto;" /> <br> $$ \alpha = P(\text{Type I Error}), \text{ } \beta = P(\text{Type II Error}), \text{ Power} = 1- \beta$$ --- # `\(H_0\)`: "*Innocent until proven guilty*" <big> * The default state is `\(H_0 \rightarrow\)` we only reject if we have enough evidence * If `\(H_0\)`: Innocent and `\(H_A\)`: Guilty, then * Type I Error `\((\alpha)\)`: Wrongfully convict innocent (*False Positive*) * Type II Error `\((\beta)\)`: Fail to convict criminal (*False Negative*) --- >What if you don't wish to assume the underlying data is normally distributed **AND** you aren't sure your samples are large enough to invoke CLT? ## What are alternatives to the *t*-test? <big> First, one could use the t test statistic but use a **bootstrap approach** to compute its p-value. We will cover this later on. Alternatively, there are *non-parametric* tests that are available here: - **Wilcoxon rank sum test**, aka Mann Whitney, uses ranks to test differences in population means. - **Kolmogorov-Smirnov test** uses the empirical CDF to test differences in population cumulative distributions. --- # Wilcoxon rank sum test <big> Rank all data, ignoring the **grouping** variable **Test statistic** = sum of the ranks for one group (optionally, subtract the minimum possible which is `\(\frac{n_Y(n_Y+1)}{2}\)`) (Alternative but equivalent formulation based on the number of `\(y_i, z_i\)` pairs for which `\(y_i \geq z_i\)`) Null distribution of such statistics can be worked out or approximated. --- <img 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" style="display: block; margin: auto;" /> --- # Kolmogorov-Smirnov test (two sample) <big> **Null hypothesis**: F = G, i.e. the distributions are the same Estimate each CDF with the empirical CDF (ECDF) `$$\hat{F}(x)=\frac{1}{n}\sum_{i=1}^n{I[x_i\leq{x}]}$$` **Test statistic** is the maximum of the absolute difference between the ECDFs `$$max|\hat{F}(x)-\hat{G}(x)|$$` Null distribution does not depend on F, G (!) <br>(I'm suppressing a detail here.) --- <img 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width="800" style="display: block; margin: auto;" /> --- # Discussion and questions ... <big> What if you are unsure whether your sample size is large enough? Outliers with small samples could be problematic Which test result should one report ... the 2-sample *t*-test, the Wilcoxon, or the KS? Treat p-values as one type of evidence that you should incorporate with others. It is worrisome when methods that are equally appropriate and defensible give very different answers.